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CHT'01 - Advances in Computational Heat Transfer II. Proceedings of a Second Symposium
2001, 20-25 May, Palm Cove, Queensland, Australia

THREE-DIMENSIONAL ADAPTIVE COMPUTATION OF BRINE TRANSPORT IN POROUS MEDIA

pages 1001-1008
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ABSTRACT

Dynamical process simulation of complex real-life problems often requires the use of modern algorithms, which automatically adapt both time and space discretization in order to get error-controlled approximations of the solution. In this paper, a combination of linearly implicit time integrators of Rosenbrock type and adaptive multilevel finite elements based on a posteriori error estimates is presented. This approach has proven to work quite satisfactorily for a wide range of challenging practical problems. We show the performance of our adaptive method for a brine transport model in porous media.

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